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Life-Spans and Blow-Up Rates for aρ-Laplacian Parabolic Equation with General Source
《Journal of Partial Differential Equations》2024年第2期187-197,共11页LONG Qunfei 
Supported by the Doctoral Scientific Research Starting Foundation of Guizhou Normal University of China,2018(No.GZNUD[2018]34 and 11904/0519113).
This article investigates the blow-up results for the initial boundary value problem to the quasi-linear parabolic equation with p-Laplacian■where p≥2 and the function f(u)satisfies■for some positive constantsα,β...
关键词：P-LAPLACIAN parabolic equation blow-ups life-spans blow-up rates 
Existence of Weak Solution for p(x)-Kirchhoff Type Problem Involving the p(x)-Laplacian-like Operator by Topological Degree
《Journal of Partial Differential Equations》2023年第2期203-219,共17页EL OUAARABI Mohamed ALLALOU Chakir MELLIANI Said 
In this paper,we study the existence of"weak solution"for a class of p(x)-Kirchhoff type problem involving the p(x)-Laplacian-like operator depending on two real parameters with Neumann boundary condition.Using a topo...
关键词：p(x)-Kirchhoff type problem p(x)-Laplacian-like operator weak solution topological degree methods variable exponent Sobolev space 
A Remark on the Existence of Positive Solution for a Class of/p,q/-Laplacian Nonlinear System with Multiple Parameters and Sign-Changing Weight被引量：1
《Journal of Partial Differential Equations》2013年第2期99-106,共8页RASOULI S.H 
The paper deal with the existence of positive solution for the following （p, q ）-Laplacian nonlinear system
关键词：（p q）-Laplacian nonlinear system multiple parameters sign-changing weight. 
Global Estimates in Orlicz Spaces for ρ-Laplacian Systems in IRN
《Journal of Partial Differential Equations》2012年第2期103-114,共12页YAO Fengping ZHOU Shulin 
In this paper we obtain global estimates in Orlicz spaces for weak solutions of ρ-Laplacian systems in IRN for N 〉 2. Our results improve the known results for such problems.
关键词：Orlicz space GLOBAL GRADIENT ρ-Laplacian systems. 
On a Class of Neumann Boundary Value Equations Driven by a （p1,…,pn）-Laplacian Operator
《Journal of Partial Differential Equations》2012年第1期21-31,共11页AFROUZI G. A. HEIDARKHANI S. HADJIAN A. SHAKERI S. 
In this paper we prove the existence of an open interval （λ＇,λ＇） for each A in the interval a class of Neumann boundary value equations involving the （p1,…,pn）- Laplacian and depending on A admits at least th...
关键词：（p1 …  pn）-Laplacian Neumann problem three solutions critical points multiplicityresults. 
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